Table 1 represents the descriptive statistics of the variables. According to the table, except for advantageous comparison, the Skewness and Kurtosis values were between +2 and -2. The results of the CFA are presented in
Table 2. The χ
2/df and RMSEA values of the primary model (the 32-item scale) were acceptable, but NFI, CFI, GFI, AGFI, TLI, and IFI values were not much desirable (< 0.9).
Table 3 presents the standardized regression coefficients (beta weight) of the items for this primary model. All regression coefficients were statistically significant (P < 0.001).
Due to some inadequate indices, the model was reanalyzed after modification according to the suggestions offered by the software. The residual errors of some variables that were in a subscale were connected (ten connections). NFI, CFI, GFI, AGFI, TLI, and IFI values were still undesirable (
Table 2). To obtain the desirable indices, omitting the items with low beta coefficients was done. Similar to the Detert et al. (
9) approach, to achieve the equal weight of the subscales for calculating the total score, an item in each subscale with a lower beta in that subscale was omitted (
Table 3). Then, the scale became a 24-item scale. Reanalyzing the data by CFA showed more desirable indices. Also, after other modifications that were suggested by the software, the indices become more desirable. AIC and ECVI decreased in each stage, and other indices become better. However, AGFI and NFI were still a little less than 0.90 (
Table 2). All betas were statistically significant and are presented in
Table 3. The final model and its modifications are presented in appendix 3.
Table 4 represents the reliability of subscales and the whole scale using the test-retest and internal consistency (Cronbach's alpha). According to the table, the internal consistency of the subscales was between .482 and .851, and stability was between .363 and .693. Because Cronbach's alpha is sensible to the number of items and each subscale only has three items, the mean of correlation coefficients was calculated that was between .238 and .656 (
Table 4) and adequate (
28). The stability of the total score of the scale was .693, and internal consistency was .817. The correlation of social desirability with the scale and subscales was only significant for advantageous comparison (r: -0.133, P < .05), distortion of consequences (r: -0.128, P < .05), and total moral disengagement (r: -0.124, P < .05).
Analysis of the gender differences in moral disengagement and its subscales using MANOVA indicated the total gender differences. Pillai's Trace: 0.098; F: 4.533; P < 0.01; ηp2: 0.098; observed power: 0.997). However, for any variables, only males were found with significantly higher values regarding the total score of moral disengagement (F: 11.45, P < .01, ηp2: 0.032, Observed power: 0.921) moral justification (F: 28, P < .01, ηp2: 0.76, Observed power: 1), advantageous comparison (F: 6.62, P < .05, ηp2: 0.019, Observed power: 0.73), and Dehumanization (F: 6.1134, P < .05, ηp2: 0.018, Observed power: 0.69).